Classical Solution Of The Boundary Problems For The Nonstrongly Hyperbolic Equations Of The Second Order

Abstract

The classical solution to boundary value problems for noiistrongly hyperbolic equation of the second order. It is known that classical solution is the basis of the theory of numerical methods for boundary value problems for partial differential equations. In the report, the method of characteristics [1] is considered to construct the classical solution to boundary value problems for general hyperbolic equations of the second order.